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Humid volume relative

The humidity term and such derivatives as relative humidity and molal humid volume were developed for the air—water system. Use is generally restricted to that system. These terms have also been used for other vapor—noncondensable gas phases. [Pg.97]

The reader should be familiar with the use of the air-water psychrometric chart (Figure 2.5). If not, the reader should take a look at some of the problems at the end of Chapters 2 and 3. By way of review, the basic chart consists of a humidity(>/)-temperature (dry-bulb) set of coordinates along with additional parameters (curves) of constant relative humidity, constant moist volume (humid volume), adiabatic cooling curves (which are the same as the wet-bulb or psychrometric lines, for water vapor only) and the 100% relative humidity curve, also called the saturated-air curve. If any two values are known, we can determine the air-moisture condition on Figure 2.5 and evaluate all other required parameters. [Pg.91]

For a given relative humidity (RH) and temperature, values are assumed for two of the three variables, t, D0 and Du and the third is calculated. In this way, droplets of various initial diameter can be calculated to evaporate to any assumed diameter Dt after t seconds of fall at terminal velocity. The equation corrects for the effect of fall velocity on evaporation rate and the concurrent effect of changing diameter on fall velocity. It assumes constant air temperature and pressure, a large volume of air per droplet so that the air humidity is relatively unaffected, no air turbulence, and the absence of solutes which reduce vapor pressure or form evaporation-retarding films at the surface of the droplet. It further assumes terminal fall velocity at all times. With these restrictions, the theory appears valid for droplet sizes that obey Stokes s law. [Pg.150]

It is therefore the conviction of the author that the high humidity, the relatively long lasting alkalinity of the cement plaster used in these mortuaries of crematoria II and III, in combination with the realistic homicidal gassing scenarios (high HCN concentrations, slow ventilation process) would have led to the formation of long-term stable cyanide compounds in an amount that should be easily detectable still today. Not at least because the conditions of these mortuaries are very similar to those described in the construction damage case referred to before,102 which is quoted entirely and henceforth analyzed in Appendix 1 of this volume. [Pg.365]

Cornell et al. correlation, 449 data, 452,454,456 liquid-liquid extraction, 484 Humid volume, 234 Humidity, 231 relative, 231... [Pg.751]

Define the dry-bulb temperature, wet-bulb temperature, and humid volume of humid air. Given values of any two of the variables plotted on the psychrometric chart (dry-buib and wet-bulb temperatures, absolute and relative humidity, dew point, humid volume), determine the remaining variable values and the specific enthalpy of the humid air. Use the psychrometric chart to carry out material and energy balance calculations on a heating, cooling, humidification, or dehumidification process involving air and water at 1 atm. [Pg.358]

Use the psychrometric chart to estimate (1) the absolute humidity, wet-bulb temperature, humid volume, dew point, and specific enthalpy of humid air at 41°C and 10% relative humidity, and (2) the amount of water in 150 m of air at these conditions. [Pg.389]

The psychrometric chart (oT humidity chart) conlam values of a number of process variables for air-water vapor systems at 1 atm. The values listed on the chart include dry-bulb temperature (the temperature measured by common temperature-measurement instruments), moisture content or absolute humidity (mass ratio of water vapor to dry air), relative humidity, humid volume (volume per mass of dry air), wet-bulb temperature (the temperature reading on a thermometer with a water-saturated wick around the bulb immersed in a flowing stream of humid air), and enthalpy per mass of dry air. If you know the values of any two of these variables for humid air at or near 1 atm, you can use the chart to determine the values of the other four, which can greatly simplify material and energy balance calculations. [Pg.409]

An open vessel containing 0.205 Ibm of liquid water is placed in an empty room 5 ft wide, 4 ft deep, and 7 ft high, which initially contains dry air at 90 F. All the water evaporates without changing the room temperature. Use the psychrometric chart to estimate the final relative humidity, wet-bulb temperature, humid volume, dew-point temperature, and specific enthalpy of the room air. Take the molecular weight of dry air to be 29.0. and for simplicity, assume the mass of dry air in the room stays constant at its initial value. [Pg.430]

The calculations of absolute humidity, relative humidity, wet-bulb temperature, dew-point temperature, humid volume, humid heat, and humid enthalpy are based on information found in Pakowski and Mujumdar (2006) and Moyers and Baldwin (1997). [Pg.1213]

On the drying gas stream interface, one can specify pressure, one of the three temperature parameters (either dry-bulb temperature, wet-bulb temperature, or dew-point temperature), and one of the two humidity parameters (either absolute humidity or relative humidity) then all the other thermal physical property variables are automatically calculated by Simprosys and displayed on the interface. Whenever one of the flow rate parameters (either mass flow rate wet basis, mass flow rate dry basis, or volume flow rate) is specified and the state of the moist air is determined, the other flow rates are automatically calculated and displayed on the gas stream s interface. [Pg.1213]

Fig. 18.1 (a) Water saturation pressure vs temperature and (b) correlation among humidity units relative humidity (RH), dew/frost point (D/F PT), and parts per miUion by volume fraction (ppmv) (Reprinted with permission from (a) Rittersma (2002) and (b) Chen and Lu (2005). Copyright 2002 and 2005 Elsevier)... [Pg.390]

At equihbrium with relative humidity below 100%, the moisture ia wood is present primarily ia the cell wads. The moisture content at which the ceU wads would be saturated and the ced cavities empty is caded the fiber saturation poiat. Actuady, such distribution is impossible. Beginning at - 90% relative humidity, some condensation may occur ia smad capidaries. The determination of the fiber saturation poiat is based on the fact that certain properties of wood (eg, strength and volume) change uniformly at first with increasing moisture content and then become iadependent of the moisture content (Fig. 2). The equdibrium moisture content (usuady determined by extrapolation), at which the property becomes constant at 25 to 30% moisture, is represented by the fiber saturation poiat. [Pg.322]

The water removal mechanism is adsorption, which is the mechanism for ad Class 4 drying agents. The capacity of such materials is often shown in the form of adsorption isotherms as depicted in Figures 9a and 9b. The initial adsorption mechanism at low concentrations of water is beheved to occur by monolayer coverage of water on the adsorption sites. As more water is adsorbed, successive layers are added until condensation or capidary action takes place at water saturation levels greater than about 70% relative humidity. At saturation, ad the pores are fided and the total amount of water adsorbed, expressed as a Hquid, represents the pore volume of the adsorbent. [Pg.512]

Example 8 Determination of Air Properties For a barometric pressure of 25.92 inHg (Ap = —4), a dry-bulb temperature of 90 F, and a wet-bulb temperature of 70 F determine the following absolute humidity, enthalpy, dew point, relative humidity, and specific volume. [Pg.1161]

L-Lysine monohydrochloride [657-27-2] M 182.7, [a] as above. Likely impurities are arginine, D-lysine, 2,6-diaminoheptanedioic acid and glutamic acid. Crystd from water at pH 4-6 by adding 4 volumes of EtOH. Above 60% relative humidity it forms a dihydrate. [Pg.280]

Mass concentration units for ambient measurements are mass (/xg) per unit volume (m ). Size classification involves the use of specially designed inlet configurations, e.g., PMjq sampling. To determine mass concentration, all the particles are removed from a known volume of air and their total mass is measured. This removal is accomplished by two techniques, filtration and impaction, described in Chapter 13. Mass measurements are made by pre-and postweighing of filters or impaction surfaces. To account for the absorption of water vapor, the filters are generally equilibrated at standard conditions T = 20°C and 50% relative humidity). [Pg.204]

Suppose a gaseous process effluent of 30 m min is at 200°C and 50% relative humidity. It is cooled to 65°C by spraying with water that was initially at 20°C. What volume of saturated gas would you have to design for at 65 C How much water per cubic meter would the system require How much water per cubic meter would you have to retimve from the system ... [Pg.488]


See other pages where Humid volume relative is mentioned: [Pg.505]    [Pg.286]    [Pg.423]    [Pg.121]    [Pg.382]    [Pg.354]    [Pg.22]    [Pg.41]    [Pg.48]    [Pg.459]    [Pg.268]    [Pg.545]    [Pg.330]    [Pg.290]    [Pg.347]    [Pg.352]    [Pg.139]    [Pg.1104]    [Pg.1104]    [Pg.1177]   
See also in sourсe #XX -- [ Pg.231 ]

See also in sourсe #XX -- [ Pg.228 ]

See also in sourсe #XX -- [ Pg.231 ]

See also in sourсe #XX -- [ Pg.231 ]

See also in sourсe #XX -- [ Pg.231 ]




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